Mary and her friends set out to sea on their annual fishing trip. Their distance from the shore in miles, y, increases by 3 miles each hour, x. write an equation to model this relationship.

y=3x

y=3/2x

y=x+3

y=2x

y=x-4

y=x+5

Question

Perez

Mathematics

12 March, 15:00

Mary and her friends set out to sea on their annual fishing trip. Their distance from the shore in miles, y, increases by 3 miles each hour, x. write an equation to model this relationship.

y=3x

y=3/2x

y=x+3

y=2x

y=x-4

y=x+5

+2

Answers (1)

Know the Answer?

Lincoln Clayton · Answer 1

y=3x

Step-by-step explanation:

If y is the total distance from the shore and it increases by 3 miles every hour, then by plugging in the amount of hours that have passed into x we will find the distance they have traveled. For example, if they have been out for 5 hours then you would do y=3 (5) which would be 15 miles from the shore.

Mary and her friends set out to sea on their annual fishing trip. Their distance from the shore in miles, y, increases by 3 miles each hour, x. write an equation to model this relationship.y=3xy=3/2xy=x+3y=2xy=x-4y=x+5

Mary and her friends set out to sea on their annual fishing trip. Their distance from the shore in miles, y, increases by 3 miles each hour, x. write an equation to model this relationship.

y=3x

y=3/2x

y=x+3

y=2x

y=x-4

y=x+5